\begin{tabular}{lccccc}
\hline\hline\\[-0.8em]
& \multicolumn{5}{c}{Quintiles of average wage per worker} \\[0.2em] \cline{2-6}\\[-0.8em]
& \hspace{0.6cm}1\hspace{0.6cm} & \hspace{0.6cm}2\hspace{0.6cm} & \hspace{0.6cm}3\hspace{0.6cm} & \hspace{0.6cm}4\hspace{0.6cm} & 5 (highest) \\[0.2em] \hline\\[-0.8em]
Mean number of suppliers & & & & & \\
\quad Data &5.8 &6.7 &5.8 &11.4 &25.8\\
\quad Model w/ $\nu_v=\infty$ &6.1 &5.4 &6.7 &9.6 &27.9\\
\quad Model w/ $\nu_y=0$ &4.7 &4.7 &6.1 &9.3 &29.4\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &6.7 &5.2 &6.1 &8.5 &28.4\\
\quad Model w/ homogenous network &10.7 &10.7 &10.7 &10.7 &10.7\\
Mean number of customers & & & & & \\
\quad Data &5.6 &7.0 &6.7 &11.7 &25.1\\
\quad Model w/ $\nu_v=\infty$ &7.7 &7.0 &8.2 &10.7 &22.2\\
\quad Model w/ $\nu_y=0$ &5.3 &6.0 &7.7 &11.1 &24.0\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &8.4 &7.0 &7.8 &9.9 &22.2\\
\quad Model w/ homogenous network &10.7 &10.7 &10.7 &10.7 &10.7\\
Share of total network sales & & & & & \\
\quad Data &0.03 &0.04 &0.04 &0.10 &0.78\\
\quad Model w/ $\nu_v=\infty$ &0.05 &0.05 &0.06 &0.10 &0.74\\
\quad Model w/ $\nu_y=0$ &0.03 &0.03 &0.05 &0.11 &0.78\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &0.07 &0.04 &0.05 &0.09 &0.76\\
\quad Model w/ homogenous network &0.04 &0.06 &0.09 &0.14 &0.68\\
Standard deviation of log sales & & & & & \\
\quad Data &1.37 &1.34 &1.37 &1.52 &1.79\\
\quad Model w/ $\nu_v=\infty$ &1.23 &1.19 &1.21 &1.23 &1.54\\
\quad Model w/ $\nu_y=0$ &1.19 &1.17 &1.19 &1.23 &1.53\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &1.45 &1.36 &1.38 &1.41 &1.75\\
\quad Model w/ homogenous network &1.27 &1.29 &1.31 &1.33 &1.54\\
Fraction of exporters & & & & & \\
\quad Data &0.08 &0.18 &0.16 &0.34 &0.57\\
\quad Model w/ $\nu_v=\infty$ &0.15 &0.15 &0.21 &0.32 &0.60\\
\quad Model w/ $\nu_y=0$ &0.10 &0.12 &0.17 &0.28 &0.58\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &0.17 &0.16 &0.19 &0.28 &0.56\\
\quad Model w/ homogenous network &0.07 &0.12 &0.20 &0.31 &0.58\\
Export intensity of exporters & & & & & \\
\quad Data &0.24 &0.21 &0.23 &0.23 &0.26\\
\quad Model w/ $\nu_v=\infty$ &0.17 &0.21 &0.23 &0.24 &0.27\\
\quad Model w/ $\nu_y=0$ &0.16 &0.19 &0.20 &0.20 &0.23\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &0.17 &0.21 &0.23 &0.24 &0.29\\
\quad Model w/ homogenous network &0.20 &0.26 &0.29 &0.31 &0.36\\
Unweighted average log wage of suppliers  & & & & & \\
\quad Data &- &0.01 &0.01 &0.04 &0.14\\
\quad Model w/ $\nu_v=\infty$ &- &0.00 &0.00 &0.00 &0.00\\
\quad Model w/ $\nu_y=0$ &- &0.02 &0.05 &0.07 &0.12\\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &- &0.00 &0.00 &0.00 &-0.00\\
\quad Model w/ homogenous network &- &0.00 &0.00 &0.00 &0.00\\
Weighted average log wage of suppliers & & & & & \\
\quad Data &- &0.02 &0.02 &0.07 &0.23\\
\quad Model w/ $\nu_v=\infty$ &- &0.01 &0.01 &0.02 &0.04\\[0.2em]
\quad Model w/ $\nu_y=0$ &- &0.03 &0.05 &0.08 &0.13\\[0.2em]
\quad Model w/ $\nu_v=\infty,\nu_y=0$ &- &0.00 &0.00 &0.00 &0.00\\[0.2em]
\quad Model w/ homogenous network &- &0.01 &0.02 &0.03 &0.06\\[0.2em]
\hline\\[-0.8em]
Shift-share IV coefficient ($5\%$ export shock) & & & & & \\
\quad Data & \multicolumn{2}{c}{0.21\%}& & & \\
\quad Model w/ $\nu_v=\infty$ & \multicolumn{2}{c}{0.21\%}& & & \\
\quad Model w/ $\nu_y=0$ & \multicolumn{2}{c}{0.21\%}& & & \\
\quad Model w/ $\nu_v=\infty,\nu_y=0$ & \multicolumn{2}{c}{0.21\%}& & & \\
\quad Model w/ homogenous network & \multicolumn{2}{c}{0.19\%}& & & \\[0.2em]
\hline\hline
\end{tabular}
